NFL Playoff Odds 2026: What All 32 Make-The-Playoffs Prices Are Really Worth
Fourteen NFL teams make the playoffs. Seven from each conference, four division winners and three wild cards a side, every year since 2020. That is not a projection or an opinion, it is the structure of the league, and it means the market on the 2026 season, the one that settles in January 2027, has something almost no other betting market has: a known answer to check the board against.
So I checked it. I added up what DraftKings 🎁 is charging for all 32 yes prices this month, converted each one to a probability, and totaled them. The board sells 14.90 berths. Fourteen exist.
That extra nine-tenths of a berth is the entire story of this market, and it is the reason I am not betting a single yes price on it. What follows is every team's odds to make the playoffs with the vig stripped out, the arithmetic that proves where the tax sits, and the one row on the board that explains why two identical teams are priced nine points apart. That row involves the 49ers, and I will come back to it.
TL;DR: What The 2026 NFL Playoff Odds Board Is Actually Doing
- The Board Sells 14.9 Berths, Not 14. DraftKings' 32 make-the-playoffs prices sum to 14.90 this month. A multi-book average in early June summed to 14.89. FanDuel 🎁 in April summed to 14.59. Three books, three months, never 14.
- My Position: Start On The No Side, Never The Yes. The June board's yes prices sat 6.36% over their true value. The no prices sat 3.17% over. Same market, same games, and the popular side pays twice the toll. That points you at a side; it does not hand you a bet.
- The Standard De-Vig Cannot See That, And That Is The Point. De-vig all 32 yes/no pairs the normal way and the "fair" probabilities still sum to 14.24 berths. The method removes the vig and leaves a quarter of a berth that cannot exist, which is what a wrong assumption looks like.
- Both Markets Cost About The Same To Enter. The playoff board holds 4.57% and the win-total board a 4.52% hold. The difference is not the size of the toll, it is who pays it.
- The Relative Prices Are Honest. De-vigged, the board lands at about 7.03 AFC berths and 6.97 NFC berths, and every division sums above 1.0. The market is not wrong about the teams. It is lopsided about the sides.
- These Numbers Move, SO Shop. The Jaguars went from -120 in April to +110 in July, which is about seven points of implied probability in three months.
NFL Playoff Odds 2026: The Full Board, With The Vig Removed
Below is every team's make-the-playoffs price alongside two things the sportsbook does not show you: the no-vig fair number, and what that team's season win total independently implies about how many games it wins. Read the fair column as the real NFL playoff chances the market is pricing, once the margin comes out. I split the board by conference rather than by division, because the seven-per-conference constraint is the thing the whole article turns on and the tables should show it.
The no-vig fair column normalizes all 32 yes prices so they sum to exactly 14, which is the only total the season permits. Implied wins converts each win total's over price into an expected win count.
AFC
| Team | Make Playoffs (DK) | No-Vig Fair | 2026 Win Total (Over) | Implied Wins |
|---|
| Baltimore Ravens | -390 | 74.8% (-296) | 11.5 (+115) | 11.2 |
| Buffalo Bills | -320 | 71.6% (-252) | 10.5 (-120) | 10.6 |
| New England Patriots | -225 | 65.0% (-186) | 10.5 (+125) | 10.1 |
| Kansas City Chiefs | -205 | 63.1% (-171) | 10.5 (+115) | 10.2 |
| Cincinnati Bengals | -186 | 61.1% (-157) | 9.5 (-140) | 9.8 |
| Houston Texans | -180 | 60.4% (-152) | 9.5 (-125) | 9.7 |
| Los Angeles Chargers | -170 | 59.2% (-145) | 9.5 (-130) | 9.7 |
| Denver Broncos | -140 | 54.8% (-121) | 9.5 (-115) | 9.6 |
| Jacksonville Jaguars | +110 | 44.7% (+124) | 8.5 (+110) | 8.3 |
| Pittsburgh Steelers | +140 | 39.1% (+155) | 8.5 (+100) | 8.4 |
| Indianapolis Colts | +170 | 34.8% (+187) | 7.5 (-130) | 7.7 |
| Tennessee Titans | +340 | 21.4% (+368) | 6.5 (-110) | 6.5 |
| Cleveland Browns | +400 | 18.8% (+432) | 6.5 (+105) | 6.4 |
| Las Vegas Raiders | +600 | 13.4% (+645) | 5.5 (-146) | 5.8 |
| New York Jets | +600 | 13.4% (+645) | 5.5 (-120) | 5.6 |
| Miami Dolphins | +1100 | 7.8% (+1177) | 4.5 (-110) | 4.5 |
NFC
| Team | Make Playoffs (DK) | No-Vig Fair | 2026 Win Total (Over) | Implied Wins |
|---|
| Los Angeles Rams | -460 | 77.2% (-338) | 11.5 (-120) | 11.6 |
| Seattle Seahawks | -225 | 65.0% (-186) | 10.5 (-115) | 10.6 |
| Philadelphia Eagles | -186 | 61.1% (-157) | 10.5 (+105) | 10.3 |
| Detroit Lions | -180 | 60.4% (-152) | 10.5 (-110) | 10.5 |
| Green Bay Packers | -150 | 56.4% (-129) | 9.5 (-140) | 9.8 |
| San Francisco 49Ers | -146 | 55.8% (-126) | 10.5 (+125) | 10.1 |
| Chicago Bears | -108 | 48.8% (+105) | 9.5 (+100) | 9.4 |
| Dallas Cowboys | +105 | 45.8% (+118) | 9.5 (+115) | 9.2 |
| Tampa Bay Buccaneers | +118 | 43.1% (+132) | 8.5 (-125) | 8.7 |
| Minnesota Vikings | +154 | 37.0% (+170) | 8.5 (-110) | 8.5 |
| New Orleans Saints | +184 | 33.1% (+202) | 7.5 (-120) | 7.6 |
| Carolina Panthers | +220 | 29.4% (+241) | 7.5 (+110) | 7.3 |
| Washington Commanders | +220 | 29.4% (+241) | 7.5 (-120) | 7.6 |
| New York Giants | +250 | 26.8% (+273) | 7.5 (-115) | 7.6 |
| Atlanta Falcons | +310 | 22.9% (+336) | 6.5 (-115) | 6.6 |
| Arizona Cardinals | +2000 | 4.5% (+2135) | 4.5 (+125) | 4.1 |
Method and provenance, so you can check me: make-the-playoffs and win-total prices are DraftKings' posted boards as of mid-July 2026. The June board quoted later is an average of the major books' yes and no prices; the April board is FanDuel's. Every fair number, sum and residual below is our own math on those posted prices, not anyone else's projection. Prices move constantly, so treat them as the center of the market rather than the only number, and shop before you bet.
The row I keep staring at is the San Francisco 49ers. Their win total is 10.5 and the over is +125, which is exactly, to the decimal, what the New England Patriots have. Two teams the win-total market cannot tell apart, priced nine points of playoff probability apart. That gap has a cause, and it is the most useful thing on this page.
The 14.9-Berth Problem
Start with the part that needs no model. Convert each of DraftKings' 32 yes prices to its implied probability and add them up, and you get 14.90. The season hands out 14 berths. The board is selling 0.90 berths that do not exist, which works out to 6.44% more than the truth.
That surplus is the sportsbook's margin, and on a 32-way board it is easy to hide. Nobody reads 32 prices at once. Each one looks reasonable on its own: the Ravens at -390 for a team that should win a lot, the Cardinals at +2000 for a team that should not. Only when you add the column up does the market show you what it is charging. No other corner of the NFL futures board hands you a check like this one, because no other market has a fixed answer to check against.
Here is what convinced me it is structural rather than a quirk of one book on one day:
| Board | Date | Yes prices sum to | Over the truth by |
|---|
| FanDuel | April 11 | 14.59 berths | +4.21% |
| Multi-Book Average | June 3 | 14.89 berths | +6.36% |
| DraftKings | mid-July | 14.90 berths | +6.44% |
Three different boards, three different months, one of them an average across the whole market rather than a single shop. Not one of them sums to 14. The June and July boards land within a hundredth of a berth of each other despite coming from different sources six weeks apart, which is the strongest evidence in the article that 14.9 is what this market simply costs rather than a number I got lucky finding once.
The April board is the interesting one, because it is the cheapest of the three. That fits how futures markets behave: the book posts early with less margin because the volume is not there yet, then widens as the season approaches and the money arrives. Planning to touch this market at all? The calendar is telling you something about when.
Where The Tax Actually Sits: The Yes Side Pays Double
A total of 14.90 tells you the board is expensive. It does not tell you which side of it is expensive, and that turns out to matter more than the headline.
The June multi-book board quotes both sides of every team, so I could add up each side separately against its own known answer. Fourteen teams make it, so the yes prices should sum to 14. Eighteen miss, so the no prices should sum to 18.
The finding: the yes side summed to 14.89 against a true 14, which is 6.36% over. The no side summed to 18.57 against a true 18, which is 3.17% over. Identical market, identical games, and the yes side carries almost exactly twice the tax.
Now the part that makes this worth your time, because it is the step almost everyone skips.
Take any one team off that board and de-vig it the standard way, the way every calculator and every explainer does it: convert both sides, add them, divide each by the total. That operation normalizes the team's yes and no back to 100% between them, which is all it can do. It scales both sides by the same factor, so it can never report that one side was shaded harder than the other. Do it 32 times here and the average two-way overround comes out at 4.57%, with no clue as to where inside that number the lean sits. The evenness is not a finding. It is the method's floorplan.
The 14-berth constraint is the one thing that can overrule it, because it is information from outside the price. The season does not care how the book split its margin. It hands out 14 berths, so the true probabilities have to sum to 14.
So run the standard de-vig on all 32 teams and add up what it gives you. The "fair" yes probabilities sum to 14.24.
Read that again, because it is the whole argument. The method just finished removing the vig, and it still left a quarter of a berth that cannot exist. Nothing about the season can absorb it. The residue is proof that the assumption underneath the method, that the margin sits evenly on both sides, is false on this board. Drop the assumption, measure each side against its own known answer instead, and the even split falls apart in the direction you would expect: 6.36% on the yes, 3.17% on the no.
Those 32 markets do carry a 4.57% hold on average, and the cut is remarkably uniform team to team: the tightest is the Cardinals at a 4.3% hold, the widest the Vikings at 4.9%, median 4.6%. So the book is not picking teams to gouge. It takes a consistent cut on everyone, then leans that cut onto the yes side of all of them, and the standard math you would reach for to check is structurally blind to the lean.
Why the lean goes that way is not mysterious. Follow the tickets. Casual money backs teams to do things, not to fail to do them, the same way it backs favorites and overs. When one side absorbs most of the action, the book has no reason to price the other side as defensively. You are not being outsmarted here. You are being charged for being predictable.
The Internal-Consistency Check: Two Markets, One Season
Now to the thing that makes this board worth a second look rather than just a complaint about vig.
The make-the-playoffs price and the season win total are two prices on the same underlying fact, which is how good a team is going to be. They are posted by the same book, on the same screen, often on the same day. That means they can be checked against each other, and when two prices on one fact disagree, one of them is wrong or something real explains the gap.
The check is arithmetic, and it works like this. A win total's over price tells you where the market thinks the team's win distribution sits: the Bills at 10.5 with the over at -120 is a market saying a bit more than 10.5, while the Patriots at 10.5 with the over at +125 is a market saying a bit less. Convert each over price to a fair probability, assume a normal season-win spread of about two wins, and you can back out an expected win count for all 32 teams. Those numbers fill the Implied Wins column in the tables above.
Two hard constraints then apply, and both are checkable:
- The 272 constraint. Thirty-two teams playing 17 games each produce 272 games, and every game hands out exactly one win. Ties split it in half, so the arithmetic holds regardless. League-wide wins must total 272, always.
- The 14 constraint. The de-vigged playoff probabilities must sum to 14, and to 7 within each conference.
The posted win totals sum to 274.0, two wins more than the season can produce. Run the prices instead of the raw numbers and it tightens to 273.5, because several of the biggest totals are priced below their own posted line: the Ravens, Patriots, Chiefs, 49ers and Cowboys all sit under once you de-vig the over. I am not calling that leftover an error, and I want to be straight about why. The two-win spread behind that 273.5 is my approximation, not the market's own, and a 1.5-win residual on a 272-win base is under 0.6%. That is inside the noise of the method. The direction is the useful part: the totals board runs a touch long, and the prices lean back against it.
Its neighbor passes more cleanly. De-vigged, the AFC lands at 7.03 berths and the NFC at 6.97, summing to 14 on the nose, and every division sums above 1.0, which it must, because someone wins every division. A board that lands that close to its own constraints knows what it is doing.
Why The NFC South Looks Broken And Is Not
Here is where the two markets appear to fight. I fit each conference's de-vigged playoff probability against its implied win count and looked for the teams whose playoff price disagrees with what their own win total says. The disagreements were not random. They clustered by division, and the pattern is clean enough to be the point of the article.
| Division | Playoff price vs its win total | The tell |
|---|
| NFC South | All four teams priced rich (+2.3 to +4.6 points) | Weakest division on the board: totals of 8.5, 7.5, 7.5, 6.5 |
| AFC South | All four teams priced rich (+1.1 to +4.8 points) | Second weakest: 9.5, 8.5, 7.5, 6.5 |
| NFC West | 49ers and Cardinals priced cheap (-3.9, -1.6) | The Rams at 11.5 own the division |
| AFC West | Chiefs, Broncos and Raiders priced cheap (-1.6 to -2.3) | Three teams at 9.5 or better in one division |
Every NFC South team's playoff price is richer than its win total justifies. The Saints are the biggest at 4.6 points, the Panthers 4.3, the Falcons 4.2, the Buccaneers 2.3. Four for four in the same direction is not noise.
It is also not a mistake. Somebody has to win the NFC South. A 7.5-win team in a division where the best rival is 8.5 has a live path to a banner that a 7.5-win team in the NFC West does not, and a division title is a playoff berth no matter how ugly the record. The win total cannot see that, because a win total only knows how many games you win, not who you win them against. The playoff price can. The gap between the two markets is the division you play in, priced.
Which brings back the row I promised. The Patriots and the 49ers have the same 10.5 win total, the same +125 over, and the same 10.1 implied wins. Every number the win-total market can see says these are the same team. The playoff market prices New England at 65.0% and San Francisco at 55.8%. The difference is that the Patriots share a division with a 5.5-win Jets team and a 4.5-win Dolphins team, and the 49ers share one with an 11.5-win Rams team. Nine points of playoff probability, bought entirely with schedule. The 49ers hold the lowest playoff probability of any 10.5-win team on the board, and they earned it by geography.
Which is the internal-consistency check doing its job. It did not find me a mispriced team. It told me the one gap on this board that looks like an error is the market pricing something real that the simpler market cannot see.
Worked Example: De-Vig A Playoff Price Yourself
This takes about a minute and it is the only thing standing between you and knowing what a futures price is worth. Take the Broncos at -140.
Step 1: convert to implied probability. For a negative price, the math is 140 / (140 + 100) = 58.3%. Read that as what the ticket costs you, in probability terms.
Step 2: strip the board's margin. The 32 yes prices sum to 14.90 when only 14 berths exist, so the whole board is inflated by a factor of 14.90 / 14, or 6.44%. Divide through: 58.3% / 1.0644 = 54.8%. Denver's fair number, then, prices out to about -121.
Step 3: read the gap. You are paying -140 for something worth -121, which is 3.5 points of probability handed over before a snap. Do it 32 times and you have the 0.90 phantom berths.
Step 4: check it against the other market. Denver's win total is 9.5 with the over at -115, which implies 9.6 wins, which the AFC's own curve says should be worth about 57.1% to make the playoffs. The playoff market says 54.8%. Denver is priced slightly cheap relative to its win total, and the reason is the AFC West: the Chiefs and Chargers are both sitting at 9.5 or better in the same division. Explained, again.
Steps one and two are yours to do on a futures board like this one, because the 14-berth normalization needs all 32 prices at once and no calculator knows to look for it. Step three is where a tool takes over: feed the EV Calculator the price you are being offered plus the 54.8% you just derived, and it returns the expected ROI on the ticket, which is the number that decides it. The calculator wants a probability from you rather than inventing one, which is the honest design: the fair number is the analysis, and the calculator prices it. On the week-to-week markets the live NFL odds screen does the no-vig step for you across 20+ books on spreads, moneylines and totals, so once the season starts this stops being hand arithmetic. For the longer version of why the fair price is the only benchmark that matters, real-time NFL odds covers how the screen builds it.
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How I Would Play This Market
Three positions come out of the math, and none of them is a team.
If I touch this market, I start on the no side. Against their own known answers, the yes prices sit 6.36% over and the no prices 3.17% over, which is the one claim here resting on nothing but the 14-berth count. That is a starting point, not a green light: half a toll is still a toll, and a no only becomes a bet when an outside number beats the price. Where I would look first is the division-floor spots, because the market lifts all four NFC South teams on the fact that one of them has to win that division, and three of them will not.
Do not let the board be your opinion. Against a fair column derived by scaling the board's own yes prices down to sum to 14, no yes price can beat fair. That is construction, not discovery, and it is the trap: the prices are internally consistent, so reading them harder will never produce an edge. A yes bet needs an outside projection that lands higher than the board-implied fair number. The win total is the most convenient outside number available, the same book's read on the same team, posted on the same screen at a 4.52% average hold. I will not pretend it is a purer market than it is: the win-total board has no 14-berth equivalent, no hard external count to audit its sides against, so I cannot prove it is not shaded the same way. What I can say is that when your win-total read and the playoff price disagree by more than the division explains, you have found something the board did not hand you. NFL win totals is where that number comes from, and it settles on the same Sunday in January.
Shop, because these move more than you think. Between April and July the Jaguars went from -120 to +110, which is 6.9 points of implied probability. The Bengals went the other way, from -126 to -186, a 9.3-point move. The Falcons drifted from +194 to +310. Those gaps are book and calendar together rather than pure line movement, since they span two shops and three months, which is the point: the team you pick matters less than the number you get.
Here is the order I actually work in on a futures ticket, and it takes about two minutes:
- De-vig the price against the board's own constraint, not against a single team's two-way pair.
- Get an outside number from the win total, and convert it to a playoff probability.
- Ask what the division explains before calling any gap an edge. Usually it explains all of it.
- Shop the survivor across every book, and take the no if the yes is the popular side.
For the same discipline applied to the neighboring futures markets, NFL division winner odds is where the dog prices actually pay, and Super Bowl 2027 odds is where the hold is widest of all.
The Thing The Board Cannot Hide
Fourteen teams make the playoffs. That number does not move, does not care about camp, and does not negotiate. It is the rarest thing in betting: a market with a published answer key.
Which is why the interesting failure here is not the sportsbook's. It is the de-vig everybody trusts. Run the standard method and this board looks evenly priced, nothing to see, except for a leftover 0.24 berths it quietly cannot account for. Hold the same prices against the answer key and they confess: 6.36% on the yes, 3.17% on the no. The market did not hide the lean. Our arithmetic did, until we gave it a fact from outside the price.
That is the habit worth taking to every futures market you touch, and most of them have an answer key if you look: 32 division prices contain exactly 8 winners, a conference board contains exactly 1 champion, and every one of those sums is checkable in about a minute. The prices will not tell you which team to back. They will tell you which side of the ticket the book expects you to want, and on this board that side is the yes.
Take the other one, or take your opinion somewhere with a flatter toll. Either way, the toll is the part of this board you control.
Frequently Asked Questions
Which NFL team has the best odds to make the playoffs in 2026?
The Los Angeles Rams, at -460 on DraftKings in mid-July, followed by the Baltimore Ravens at -390 and the Buffalo Bills at -320. De-vigged, those prices are worth 77.2%, 74.8% and 71.6%. Note the gap: the Rams' ticket costs you 82.1% in probability terms and is worth 77.2%, which is nearly five points of margin on the single most popular price on the board.
What does "de-vigged" mean on a playoff odds board?
It means removing the sportsbook's built-in margin to find the price the market actually implies. On a make-the-playoffs board you can do it with certainty rather than by assumption, because exactly 14 teams get in. DraftKings' 32 yes prices sum to 14.90 berths, so every price on the board is inflated by 14.90 / 14, or 6.44%. Divide any yes price's implied probability by 1.0644 and you have its fair number.
Are NFL make-the-playoffs bets worth it?
Not on the yes side, in my read. Across a June multi-book board the yes prices ran 6.36% over their true value while the no prices ran 3.17% over, so the popular side is taxed at double the rate for the same games. The market's overall 4.57% hold is ordinary. How it splits that hold between the two sides is not.
Why do the Patriots and 49ers have different playoff odds with the same win total?
Because a win total does not know who you play. Both sit at 10.5 with the over at +125, implying 10.1 wins each, yet New England is -225 to make the playoffs and San Francisco is -146. New England's division contains a 5.5-win Jets team and a 4.5-win Dolphins team. San Francisco's contains an 11.5-win Rams team. The nine-point gap is division strength, priced correctly rather than mistakenly.
Do NFL playoff odds change during the offseason?
Substantially. Between April and July the Jaguars moved from -120 to +110 and the Bengals from -126 to -186, each roughly seven to nine points of implied probability. The board also gets more expensive as the season nears: April's summed to 14.59 berths against July's 14.90. Earlier prices tend to carry less margin, and shopping matters more the longer you wait.
How many NFL teams make the playoffs?
Fourteen, seven from each conference: four division winners and three wild cards per side. That fixed number is what makes this board checkable, since the de-vigged probabilities have to sum to 14 across the league and roughly 7 within each conference. This year's board lands almost exactly there, at 7.03 in the AFC and 6.97 in the NFC.
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